What is the result of 8^6 x 8^9?

To find the result of (8^6 \times 8^9), you can apply the property of exponents that states when you multiply two expressions with the same base, you add their exponents. In this case, the base is 8.

So, you can add the exponents together:

[

8^6 \times 8^9 = 8^{6+9} = 8^{15}

]

This leads to the conclusion that the correct result of the multiplication is (8^{15}).

The exponentiation rule regarding the same base is a key property that reinforces the structure of algebra involving powers. The other choices reflect incorrect calculations or transformations that do not accurately follow the exponent rules.